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"_text":"ΤΕΛΕΥΤΑΙΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΗ",
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],
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"_text":"Όταν κερδίζετε με πολλαπλά σύμβολα, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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"_text":"Κατά την αγορά του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, μπορείτε να πετύχετε τυχαία 4, 5 ή 6 SCATTER με την ενεργοποιημένη περιστροφή.",
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"width":1400,
"height":100,
"overflow":0
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],
"fileID":3735
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{
"name":"Paytable/Pages/Page5/RTPHolder/AnteBetRTP/Label ",
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"components" : 
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"componentType":"Transform",
"enabled":true,
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση του \"ΣΤΟΙΧΗΜΑΤΟΣ ANTE\" είναι {0}%",
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"_text":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ\" είναι {0}%",
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"width":1155,
"height":50,
"overflow":0
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"_text":"Το SCATTER πληρώνει σε οποιαδήποτε θέση στο βασικό παιχνίδι.",
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"anchorY":0,
"width":875,
"height":75,
"overflow":0
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],
"fileID":3738
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"name":"Paytable/Pages/Page2/TumbleFeatureHolder/RulesHolder/RuleHolder1/Rule1",
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"_text":"Η ΛΕΙΤΟΥΡΓΙΑ ΠΤΩΣΗΣ σημαίνει ότι μετά από κάθε περιστροφή, οι συνδυασμοί που κερδίζουν πληρώνονται και όλα τα σύμβολα που κερδίζουν εξαφανίζονται. Τα υπόλοιπα σύμβολα πέφτουν στο κάτω μέρος της οθόνης και οι κενές θέσεις αντικαθίστανται από σύμβολα που έρχονται από πάνω.  ",
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"anchorY":0,
"width":1227,
"height":125,
"overflow":0
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],
"fileID":3739
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{
"name":"Paytable/Pages/Page4/AnteBetHolder/ARuleHolder2/Rule2",
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"layer":0,
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"_text":"Πολλαπλασιαστής στοιχήματος 25x - η πιθανότητα να κερδίσετε δωρεάν περιστροφές με φυσικό τρόπο είναι μεγαλύτερη. Υπάρχουν περισσότερα σύμβολα SCATTER στους κυλίνδρους. Η λειτουργία ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ είναι απενεργοποιημένη.",
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{
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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],
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{
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"_text":"Δεν εκρήγνυται ως μέρος των πτώσεων και παραμένει στην οθόνη μέχρι το τέλος όλων των περιστροφών που προκύπτουν από την ίδια περιστροφή.",
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"anchorX":0,
"anchorY":0,
"width":759,
"height":75,
"overflow":0
},
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],
"fileID":3742
},
{
"name":"Paytable/Pages/Page5/MinMaxBetHolder/MaxBet/MaximumText",
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"componentType":"Transform",
"enabled":true,
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"fileID":3561
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{
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":258,
"height":26
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],
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{
"name":"Paytable/Pages/Page2/ListHolder/List5Holder/List5",
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"_text":"Έπειτα από 12 επιπλέον πτώσεις, η θέση στον κύλινδρο 5 ξεκλειδώνει.",
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"width":1400,
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"fileID":3650
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],
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{
"name":"Paytable/Pages/Page2/ExtraRuleHolder/Rule",
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"layer":0,
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"fileID":3563
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"_text":"Το παιχνίδι διαθέτει μια κλειδωμένη σειρά συμβόλων πάνω από το βασικό πλαίσιο 6x5. Οι επόμενες πτώσεις που προκύπτουν από την ίδια περιστροφή μπορούν να ξεκλειδώσουν τις θέσεις μία προς μία, από αριστερά προς τα δεξιά. Μόλις ξεκλειδωθούν, οι νέες θέσεις περιέχουν σύμβολα και αποτελούν μέρος του πλαισίου του παιχνιδιού μέχρι το τέλος όλων των πτώσεων που προκύπτουν από την τρέχουσα περιστροφή.",
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"anchorY":0,
"width":1301,
"height":100,
"overflow":0
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],
"fileID":3745
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού όλες οι πτώσεις που προκύπτουν από μια βασική περιστροφή έχουν παιχτεί. ",
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"width":1400,
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],
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{
"name":"Paytable/Pages/Page2/TumbleFeatureHolder/RulesHolder/RuleHolder2/Rule2",
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"components" : 
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"fileID":3565
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"_text":"Οι πτώσεις θα συνεχιστούν έως ότου δεν εμφανιστούν άλλοι συνδυασμοί που κερδίζουν ως αποτέλεσμα μιας πτώσης. Δεν υπάρχει όριο στον αριθμό για τις πιθανές πτώσεις.",
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],
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{
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"_text":"Τα σύμβολα πληρώνουν οπουδήποτε.\n Όλες οι επιτυχίες πολλαπλασιάζονται με το βασικό στοίχημα.",
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"_text":"Όλες οι αξίες εκφράζονται σε πραγματικά κέρδη σε νομίσματα.",
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"anchorY":0,
"width":1333,
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],
"fileID":3749
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{
"name":"Paytable/Pages/Page4/AnteBetHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":3568
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"_text":"ΠΟΝΤΑΡΙΣΜΑ ΑΝΤΕ",
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"width":1400,
"height":70,
"overflow":0
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],
"fileID":3750
},
{
"name":"Paytable/Pages/Page3/MultiplierHolder/RulesHolder/RuleHolder1/Rule1",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":3569
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{
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"_text":"Αυτά είναι τα σύμβολα πολλαπλασιαστή. Είναι παρόντα σε όλους τους κυλίνδρους και μπορούν να εμφανιστούν τυχαία κατά τη διάρκεια περιστροφών και πτώσεων τόσο στο βασικό παιχνίδι όσο και στις ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ.",
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"anchorY":0,
"width":1099,
"height":100,
"overflow":0
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],
"fileID":3751
},
{
"name":"Paytable/Pages/Page2/ListHolder/List3Holder/List3",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"fileID":3570
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{
"componentType":"UILabel",
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"_text":"Έπειτα από 6 επιπλέον πτώσεις, η θέση στον κύλινδρο 3 ξεκλειδώνει.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
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],
"fileID":3752
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"name":"Paytable/Pages/Page1/ScatterHolder/ScatterRules/Rule1/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"psr":"d"
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"fileID":3571
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Αυτό είναι το σύμβολο SCATTER. ",
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"anchorX":0,
"anchorY":0,
"width":510,
"height":75,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page5/RulesTop/FSWins2",
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"layer":0,
"components" : 
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"fileID":3572
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΠΤΩΣΗΣ",
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"width":1150,
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],
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1150,
"height":100,
"overflow":0
},
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],
"fileID":3756
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],
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"_text":"Ο παίκτης έχει την επιλογή να αυξήσει τον πολλαπλασιαστή στοιχήματος σε 25x το στοίχημα ανά γραμμή. Όταν παίζετε με ένα ενεργό στοίχημα Ante, οι πιθανότητες να πετύχετε σύμβολα SCATTER αυξάνεται.",
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"_text":"Τα παιχνίδια με υψηλή μεταβλητότητα πληρώνουν λιγότερο συχνά κατά μέσο όρο, αλλά η πιθανότητα να πετύχεις μεγάλα κέρδη σε σύντομο χρονικό διάστημα είναι υψηλότερη. ",
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"_text":"Το πλήκτρο του ΔΙΑΣΤΗΜΑΤΟΣ και το ENTER στο πληκτρολόγιο μπορούν να χρησιμοποιηθούν για να ξεκινήσει και να σταματήσει η περιστροφή.   ",
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"width":1400,
"height":50,
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],
"fileID":3760
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{
"name":"Paytable/Pages/Page2/ListHolder/ListHeader/Header",
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"layer":0,
"components" : 
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"_text":"Τα ξεκλειδώματα προκύπτουν ως εξής:",
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"width":1400,
"height":100,
"overflow":0
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],
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"_text":"Έπειτα από 3 επιπλέον πτώσεις, η θέση στον κύλινδρο 2 ξεκλειδώνει.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
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"fileID":3581
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"_text":"Ο γύρος ξεκινά με 10 δωρεάν περιστροφές.",
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"width":1400,
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"overflow":0
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],
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"fileID":3582
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"enabled":true,
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"anchorY":1,
"width":1150,
"height":70,
"overflow":0
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],
"fileID":3764
},
{
"name":"Paytable/Pages/Page2/ListHolder/List6Holder/List6",
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"layer":0,
"components" : 
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"fileID":3583
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"_text":"Έπειτα από 15 επιπλέον πτώσεις, η θέση στον κύλινδρο 6 ξεκλειδώνει.",
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"anchorY":0,
"width":1400,
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"overflow":0
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],
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"layer":0,
"components" : 
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"fileID":3584
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"_text":"Κάθε φορά που πετυχαίνετε 3 ή περισσότερα σύμβολα SCATTER κατά τη διάρκεια του ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, απονέμονται 5 επιπλέον δωρεάν περιστροφές.",
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{
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"layer":0,
"components" : 
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"fileID":3585
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"_text":"ΚΑΝΟΝΕΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ ",
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"height":70,
"overflow":0
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],
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{
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"layer":0,
"components" : 
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"fileID":3586
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα. Εάν το συνολικό κέρδος ενός γύρου φτάσει {1}x το στοίχημα, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες λειτουργίες.",
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"anchorY":0,
"width":1149,
"height":125,
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"fileID":3587
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{
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"_text":"Έπειτα από 9 επιπλέον πτώσεις, η θέση στον κύλινδρο 4 ξεκλειδώνει.",
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"anchorY":0,
"width":1400,
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"overflow":0
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],
"fileID":3769
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{
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"fileID":3588
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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],
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"layer":0,
"components" : 
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"_text":"Ο γύρος ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ αρχίζει με την κλειδωμένη σειρά πλήρως κλειδωμένη. Κάθε πτώση που προκύπτει κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ συνυπολογίζεται για τα ξεκλειδώματα. Μόλις ξεκλειδώσουν, οι θέσεις παραμένουν ως έχουν μέχρι να ολοκληρωθεί ο γύρος.",
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"fileID":3590
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"_text":"Οι ΛΕΙΤΟΥΡΓΙΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ απονέμεται όταν 4 ή περισσότερα σύμβολα SCATTER εμφανίζονται οπουδήποτε στην οθόνη.",
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"components" : 
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"fileID":3592
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"_text":"Κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, κάθε φορά που εμφανίζεται ένα σύμβολο ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ η αξία του ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ προστίθεται στον συνολικό πολλαπλασιαστή. Για όλη τη διάρκεια του γύρου, ο συνολικός πολλαπλασιαστής χρησιμοποιείται για πολλαπλασιασμό οποιουδήποτε κέρδους.",
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"width":1400,
"height":100,
"overflow":0
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"fileID":3680
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],
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"name":"Paytable/Pages/Page4/AnteBetHolder/ARuleHolder1/Rule1",
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"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":3593
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{
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"_text":"Ο παίκτης έχει τη δυνατότητα επιλογής του πολλαπλασιαστή στοιχημάτων. Ανάλογα με το επιλεγμένο στοίχημα, το παιχνίδι συμπεριφέρεται διαφορετικά. Οι πιθανές τιμές είναι:",
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"width":1400,
"height":100,
"overflow":0
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],
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"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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"psr":"d"
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"fileID":3594
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"38fa62e2dc1ec224785f54169f958fc5"
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"_text":"Η δυσλειτουργία ακυρώνει όλα τα χρήματα και παιχνίδια.",
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"anchorY":0,
"width":875,
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"_text":"Κάθε φορά που πετυχαίνετε ένα σύμβολο ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ, παίρνει την τιμή ενός τυχαίου πολλαπλασιαστή 2x, 3x, 4x, 5x, 6x, 8x, 10x, 12x, 15x, 20x, 25x, 30x, 40x, 50x, 60x, 80x, 100x, 150x, 200x, 300x, 400x ή 500x.",
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα εκτός του Τζάκποτ. Εάν το συνολικό κέρδος ενός γύρου φτάσει {1}x το στοίχημα, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες λειτουργίες.",
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') format('woff')}"
}
}
]}